That's the million-dollar question! Statistically, the house edge ensures that over an infinite number of rounds, the player will always lose. The RTP (Return to Player) is usually around 97%, meaning for every $100 wagered, the casino expects to keep $3. You can't beat that in the long run through betting strategies alone. The only "edge" comes from short-term variance, bonuses, or being the one providing the game (the casino). For a clear breakdown of the math and RTP of Tower Rush, check out this analysis: https://odds96.com/en/blog/tower-rush-game-earn-money. It explains the numbers in simple terms.
That's the million-dollar question! Statistically, the house edge ensures that over an infinite number of rounds, the player will always lose. The RTP (Return to Player) is usually around 97%, meaning for every $100 wagered, the casino expects to keep $3. You can't beat that in the long run through betting strategies alone. The only "edge" comes from short-term variance, bonuses, or being the one providing the game (the casino). For a clear breakdown of the math and RTP of Tower Rush, check out this analysis: https://odds96.com/en/blog/tower-rush-game-earn-money. It explains the numbers in simple terms.